Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0219538867872071
beta0.849748700445273
gamma0.31528236748219


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1325642540.4360262156723.5639737843312
1428202786.8909846354733.1090153645282
1535083455.5698982385652.4301017614375
1630883050.5697308132437.4302691867629
1732993283.3981959532715.6018040467293
1829392961.14590175454-22.1459017545403
1933203366.75875814298-46.7587581429775
2034183100.59931681039317.400683189611
2136043599.568379451714.43162054829372
2234953694.90035916793-199.900359167934
2341634546.02210889468-383.022108894679
2448825493.2020492742-611.202049274198
2522112599.88516127479-388.885161274794
2632602829.75306104031430.246938959695
2729923514.04923030427-522.049230304274
2824253070.94469955403-645.944699554028
2927073249.40172859017-542.401728590168
3032442870.35214456770373.647855432297
3139653232.17887781673732.821122183275
3233153080.69145459866234.308545401342
3333333443.40913219231-110.409132192313
3435833446.36955696997136.630443030027
3540214185.26716669707-164.267166697068
3649044995.02349954517-91.0234995451665
3722522332.71711674191-80.7171167419096
3829522791.13887019654160.861129803455
3935733144.28423347904428.715766520959
4030482716.65581452568331.34418547432
4130592963.7953380331595.2046619668545
4227312920.88139677717-189.881396777173
4335633399.23070619969163.769293800309
4430923106.31236676567-14.3123667656746
4534783367.92849927736110.07150072264
4634783470.472162212197.52783778780577
4743084130.19080414777177.809195852225
4850295002.9438100443726.0561899556269
4920752341.88088511256-266.880885112562
5032642893.34757275042370.652427249584
5133083364.69995854097-56.6999585409685
5236882896.39343174623791.60656825377
5331363106.5965199780829.4034800219247
5428242987.66349368554-163.663493685535
5536443624.4788930947419.5211069052552
5646943273.897667484181420.10233251582
5729143673.86917067579-759.869170675788
5836863763.76039016466-77.760390164658
5943584570.98991837248-212.989918372482
6055875498.1726415829588.8273584170529
6122652496.17060320570-231.170603205705
6236853347.35915372792337.640846272082
6337543747.338986838116.66101316189406
6437083539.20744667407168.792553325934
6532103504.03572867123-294.035728671233
6635173298.69945035517218.300549644833
6739054100.03008792936-195.030087929355
6836704190.1011634476-520.1011634476
6942213806.95905597092414.040944029085
7044044159.40935432775244.590645672249
7150865015.0592087368770.9407912631259
7257256160.50026357569-435.500263575693
7323672694.56000863673-327.560008636734
7438193825.67730976688-6.67730976687517
7540674131.41753902044-64.4175390204364
7640223939.8592312912482.1407687087567
7739373725.88583305532211.11416694468
7843653679.12360994954685.876390050455
7942904429.40676732055-139.406767320545


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
804422.695235934884191.146011141114654.24446072865
814343.325221246944110.125783009334576.52465948454
824668.346783570594430.889424595684905.8041425455
835544.8396805935296.08007436695793.59928681909
846629.075019322796356.606151705446901.54388694014
852859.887054687802615.759142603113104.01496677250
864241.301544290763969.004975761374513.59811282014
874575.151674628034278.0080729424872.29527631407
884428.691913070644114.49053088674742.89329525458
894244.567645489173914.141749755144574.9935412232
904357.916900517633997.350647224944718.48315381033
914886.560187859834536.789101489625236.33127423003